{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "5a139f70",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "import matplotlib\n",
    "import matplotlib.pyplot as plt\n",
    "from scipy.interpolate import make_interp_spline\n",
    "plt.rcParams['font.sans-serif']=['SimHei']\n",
    "plt.rcParams['axes.unicode_minus']=False"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "4b6aefae",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>年份</th>\n",
       "      <th>销售量</th>\n",
       "      <th>同比</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2017</td>\n",
       "      <td>1603</td>\n",
       "      <td>0.270000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2018</td>\n",
       "      <td>2106</td>\n",
       "      <td>0.313787</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2019</td>\n",
       "      <td>2406</td>\n",
       "      <td>0.142450</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2020</td>\n",
       "      <td>3265</td>\n",
       "      <td>0.357024</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2021</td>\n",
       "      <td>3721</td>\n",
       "      <td>0.139663</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>2022</td>\n",
       "      <td>3921</td>\n",
       "      <td>0.053749</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "     年份   销售量        同比\n",
       "0  2017  1603  0.270000\n",
       "1  2018  2106  0.313787\n",
       "2  2019  2406  0.142450\n",
       "3  2020  3265  0.357024\n",
       "4  2021  3721  0.139663\n",
       "5  2022  3921  0.053749"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data=pd.read_excel('第二章 图表(后15).xlsx',sheet_name='23 柱形折线图',usecols=\"B,C,D\",skiprows=1)\n",
    "data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "65287fa7",
   "metadata": {
    "scrolled": false
   },
   "outputs": [],
   "source": [
    "x = data[\"年份\"]\n",
    "y = data[\"销售量\"]\n",
    "z = data['同比']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "33ed4250",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax1 = plt.subplots(figsize=(10, 6))\n",
    "ax1.set_xlabel('年份')\n",
    "ax1.set_ylabel('销售量', color='tab:blue')\n",
    "ax1.tick_params(axis='y', labelcolor='tab:blue')\n",
    "ax1.set_title('近六年销售量及增长率')\n",
    "\n",
    "# 绘制柱形图\n",
    "ax1.bar(x, y, color='tab:blue', alpha=0.5, label='销售量')\n",
    "\n",
    "# 创建共享x轴的第二个y轴，用于绘制折线图\n",
    "ax2 = ax1.twinx()\n",
    "ax2.set_ylabel('同比', color='tab:red')\n",
    "ax2.tick_params(axis='y', labelcolor='tab:red')\n",
    "\n",
    "# 绘制折线图\n",
    "ax2.plot(x, z, color='tab:red', label='同比', marker='o')\n",
    "\n",
    "# 添加图例\n",
    "fig.legend(loc='upper left', bbox_to_anchor=(0.1, 0.9))\n",
    "\n",
    "# 显示图形\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.4"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
